Sentence examples for derive Probabilism from inspiring English sources

In particular, they derive Probabilism.

Now, it turns out that, if we accept Brier Inaccuracy, we can still derive Probabilism using only Undominated Dominance.

Having successfully defended credal veritism in this way, she can then appeal to its truth to derive Probabilism.

Our next task is to identify the norms of standard decision theory/utility theory that are deployed in conjunction with this characterization to derive Probabilism.

In this section, we move from the account of epistemic disutility on which the argument is based to the decision-theoretic principle to which we appeal in order to derive Probabilism from this account.

From these, we can derive Probabilism via the following mathematical theorem Joyce (1998: 597 600): Theorem 4 (Joyce's Main Theorem) Suppose \(\mathcal{F}\) is an algebra and \(\mathfrak{I} : \mathcal{C_F} \times \mathcal{W_F} \rightarrow [0, \infty]\) is a Joycean inaccuracy measure for the credence functions on \(\mathcal{F}\).

If that is correct, then of course Joyce's accuracy argument for Probabilism detailed above provides an argument that this vice derives its badness from the badness of inaccuracy: after all, if a credence function lacks the coherence that the coherentist considers virtuous, they will be accuracy dominated.

His principal detractor over his support of probabilism was Blaise Pascal, French scientist and religious philosopher.

Excesses of probabilism were condemned by Pope Alexander VII (1666, 1667) and more forcefully by Pope Innocent XI (1679).

Formulated in 1577 by Bartolomé de Medina, a Dominican Christian friar of Salamanca, Spain, probabilism was developed by the Jesuits.

In her papers, she inveighs against probabilism and inductivism, qualities that seem to be associated with better (or at least "less bad") forecasting.